BUS CAPACITY ANALYSIS William F

BUS CAPACITY ANALYSIS William F. Hoey and Herbert S. Levinson, Wilbur Smith and Associates This paper provides an initial input for updating the section on bus capacity in the Highway Capacity Manual and identifies parameters, principles, and procedures for estimating the capacity of bus facilities and systems. It reviews available data on bus capacities, suggests design assumptions for bus system planning and analysis, and outlines further research needs. The studies demonstrate that (a) the critical element governing system capacity is the bus station platform or bus stop rather than the busway; (b) at sta tions, capacity is determined by the number of door channels on the bus and fare collection practices; and (c) bus capacity should be viewed in terms of people transported rather than buses moved per hour. •BUS capacity values differ widely according to the basic type of operation: in termi nals, on arterial streets, or along exclusive busways. This paper concentrates on ca pacity analysis of bus lanes and busways because terminal capacity depends heavily on the specific mode and pattern of operation (i.e., extent of intercity operations, layover times, and fare collection practices). Results of previous studies are summarized, basic analytical relationships are presented, and capacity ranges and planning guide lines are suggested in an effort to update previous reports (1, 2). The ability of buses to move people under preferential conditions is examined; tflatis, the impedance of other vehicles in mixed traffic is not considered quantitatively. PREVIOUS STUDIES AND EXPERIENCES The number of buses that can operate past a point in a given period of time varies widely according to specific roadway and operating conditions. Previous theoretical studies and actual operating experience provide the basis for subsequent analyses. Theoretical Values Ranges in bus capacities or volumes based on theoretical studies are given in Table 1 (3). These studies have primarily investigated the effect of buses on the capacity of mixed traffic roadways (4, 5). When buses do not stop, bus lane capacity is essentially that of equivalent passenger cars. Thus, assuming normal freeway vehicle headways, theoretical capacities of :;,900 buses/lane/hour could be achieved on exclusive bus road ways with uninterrupted flow. Theoretical simulation studies, based on buses that have 30-sec dwell times and that operate in platoons of six between stations 0.3 mile (0.5 km) apart, result in capacities ranging from 350 to 400 buses/hour on an exclusive grade-separated busway (~. Operational Experience Observed bus volumes on heavily used freeways and city streets are given in Table 2 (3). The highest volumes, 735 buses/lane/hour in the Lincoln Tunnel and on the Port Authority Bus Terminal access ramp, are achieved on a completely exclusive right of-way where vehicles make no stops. Where bus stops or layovers are involved, re ported volumes are much less. 30 31 Table 1. Theoretical bus volumes. Average Buses Bus stop Average Equivalent per Headway Spacing Bus Speed Passenge.rs Source or Facility Hour (sec) (n) (mph) per Hour General Motors Proving Ground Uninterrupted flow 1.450b 2.5 No stops 33 72, 500 Highway Capacity Manual Freeway level of se.rvice D 940 3.8 No stops 33 47,000 Freeway level of service C 690 5.2 No stops 40 to 60 34, 500 General Motors Proving Ground Six-bus platoons, 30-sec on-line stops 400 9.0 Variable 15 to 20 20,000 1965 Highway Capacity Mnnual ArtcrJlll streets, 25-scc loading and 25-sec clearance 72 50 Not cited Not cited 3,600 Toronto Transit Commission Planning criteria 60 BO 500 to 600 10 3,000 Note: 1ft • 0.3 m 1mph • 1.6 km/h. '50 passengers/bus. bSubsequent sludies have reported bus volumes of 900 to 1,000 vehicles/lane/hour; these are consistent with reported rlows Table 2. Observed bus volumes. Average Bus stop Average Equivalent Bua es Headway Spacing Bus Speed Passengers Facility per Hour (sec) (ft) (mph) per Hour Lincoln Tunnel-uninterrupted flow 735 4.9 No stops 30 32, 560 I-495 (New Jersey) exclusive bus lane-uninter~pted Clow 485 7.3 No stops 30 ':o 40 21,600 San Francisco-Oakland Bay Bridge 350 10.3 No stops 30 to 40 13,000 South Michigan Avenue, Chicago- 5-min rate and some multiple lane use 228 16 Not cited Not cited 11,400' Hillside Avenue, New York City- multiple lane use and lightly patronized stops 170 21 530 Not cited .8,500' Shirley Highway Busway and Fourteenth Street bus lanes 160 23 900b 35' 8,000' State street, Chicago; Market Street, 6 to 12b Philadelphia; and Market Street, San Francisco-multiple lanes 150 24 300 to 600 6 to 10 6, 100 to 9, 900 K street, Washington, D. C. 130 28 500 5 to 8 6,500' Downtown streets in various cities- single lane with stops 90 to 120 30 to 40 500 5 to 10 4, 500 to 6, ooo• Note: 1 ft• 0 3 m. 1 mpli • 1.6 km/h, 1 50 passengers/bus, bin CBD ~ con freeway. ·Bus Stops Stopping a bus to pick up or discharge passengers limits the capacity of a bus lane. Time must be allowed for acceleration, deceleration, stop clearance, and periods when the doors are open. Observed volumes for lanes with intermediate stops rarely exceed 120 buses/ hour, although volumes of ;e,180 buses/ hour are feasible where buses use two or more lanes and where stopped vehicles can be overtaken if there is careful management and control of bus operations. [Maximum streetcar volumes on city streets 50 years ago approached 150 cars/track/hour when there was extensive queuing and platoon loading at heavy stops ('.!).J Bu sways The only existing example of a downtown grade-separated busway is in Rwicorn, England; this busway operates well within its potential capacity. The intermediate stations on the San .Bernardino Freeway Busway in Los Angeles are off-line; the El Monte station of the busway operates as a terminal, and downtown Los Angeles distribution is by on-street bus lanes. Volumes approach 80 buses/hou1· on the busway. 32 BERTH CAPACITY FOR BUSES Reviewing experience suggested that theoretical analysis of bus stop and station opera tion could be useful for estimating realistic capacities of busways. Basic Variables and Relationships The number of buses per lane per hour and the number of people they carry depend on the following: 1. The roadway or guideway, for which capacity depends on the number of lanes, their occupancy, signalization, and fl.ow restrictions (or interferences); 2. The vehicle, for which capacity depends on its size and internal circulation capability; 3. The interface between buses and pedestrians at a bus station platform or bus loading zone, for which capacity depends on the number and organization of boarding and alighting channels; and 4. The required clearance times between buses. Various analytical relationships were derived to show how these factors influence the capacity of a downtown busway. The analyses establish ranges in typical time re quirements for each of the sequent operations at a bus berth and identify relationships among bus passenger line-haul capacity, boarding and alighting volumes, and major parameters or equipment and facilities. They focus on the peak 10 to 15 min in the rush hour, since this time period usually represents the maximum boarding (or alight ing) volumes and the maximum line-haul loading. The basic variables used in the analyses are given below. A= alighting passengers per bus in peak 10 to 15 min; a = alighting service time in seconds per passenger; B = boarding passengers per bus in peak 10 to 15 min; b =boarding service time in seconds per passenger; C = clearance time between successive buses in seconds (time between closing of doors on first bus and opening of doors on second bus); D =bus dwell time at a stop in seconds per bus (time when doors are open and bus is stopped); f =bus frequency in buses per hour (all routes using a facility) at maximum load point (if all buses stop at all stations, f =number of effective berths x f'); h =bus headway on facility in seconds at maximum load point, 3,600/f; f' = maximum peak bus frequency at a berth in buses per hour; h' =minimum bus headway at a berth in seconds, 3,600/f'; G = boarding passenger capacity per berth per hour; H = alighting passenger capacity per berth per hour; J = passengers boarding per hour at heaviest stop or maximum load point; K = passengers alighting per hour at heaviest stop or maximum load point; L = peak-hour load factor in passengers per bus seat per hour at the maximum load point; N =number of effective berths at a station or bus stop, i.e., (N')(u); N' = number of berth spaces provided in a multiberth station; P = line-haul capacity of bus facility in total persons per hour past the maximum load point (hourly flow rate based on peak 10 to 15 min); S = seating capacity of bus, varies with design; u = berth use factor (an efficiency factor applied to total number of berths to esti mate realistic capacity of a multiberth station, i.e., N/N'); X = percentage of maximum load-point passengers boarding at heaviest stop, J/P; and Y = percentage of maximum load-point passengers alighting at heaviest stop, K/P. 33 Equations for the basic relationships for a single station are as follows: h' = Bb + C (1) f' - 3,600 - 3,600 (2) - h' - Bb + C _ f'B "' 3,600B (3) G - Bb + C _ .!!._ _ J(Bb + C) N - G - 3,600B (4) (5) The capacity of any system is governed by the number of passengers (a) boarding or alighting at the heaviest stop or (b) traveling past the maximum load point (between stops), whichever is less.

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